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Thursday, May 26, 2011

Sheridan Options Mentoring Blog

Sheridan Options Mentoring Blog

Link to Sheridan Options Mentoring Blog

Income Series #1: Iron Condors

Posted: 26 May 2011 07:27 AM PDT

Dan is presenting the first in a multi-part series on Income Option Trading today.  Today’s session is titled:

Income Series #1: Iron Condors

Dan presented a similar series several years ago that was very popular.  He is re-building the entire series again with current information.

Dan goes through seven Iron Condor adjustments in this presentation.

The presentation is today at 3:30 PM Central at CBOE.com.
Go directly to the CBOE presentation link here.

Download the presentation slides

Iron Condor - Add Long

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Friday, May 20, 2011

Sheridan Options Mentoring Blog

Sheridan Options Mentoring Blog

Link to Sheridan Options Mentoring Blog

Lessons in Greek: Delta and Gamma

Posted: 19 May 2011 08:55 AM PDT

Option Greeks

The vocabulary of an options trader is quite different from that of the stock trader and often represents a major point of confusion to students first studying options.  One of the areas that can be confusing is the understanding and the impact of the "Greeks" on positions.

I thought it would be helpful to visit the Greeks in order to refresh our knowledge of them and touch a bit on their usefulness to the options trader.  A thorough familiarity with these terms can help provide both a means of communicating concepts and analyzing trades.

The most important "Greeks" are delta, theta, and vega.  These variables represent the impact of price change, time passage, and changes in implied volatility for both individual options and multi-legged option positions.

A fourth major Greek is gamma and represents the change in delta as price of the underlying changes.  Math majors among readers will recognize that gamma is the second derivative of delta. While I admit that "vega" is not really a true Greek character it is in longstanding use in optionspeak.

Delta is a measure of the correlation of price change of an option relative to the price change of the underlying.  It is a very dynamic attribute and can potentially range from 0 to 1 for individual calls and 0 to -1 for individual puts.  Delta is always a positive number for calls and a negative number for puts.  The positive or negative nature of the sign is necessary to make the math come out right.  Remember from 7th grade algebra that negative movement in price of the underlying times negative delta of a put gives a positive number.

A call option with a delta of 0.5 would move up 50¢ for the first dollar increase in the price of the underlying.  As an example consider the, with AAPL trading at $340/ share, the June 340 call with a delta of 0.5 would increase in value 50¢ as the price of AAPL traded up to $341.  To put this concept in the framework more familiar to the stock trader, each individual share of long stock can be thought of to have a delta of one.  Short stock has a delta of negative one.

The delta of any individual option is not a constant value but increases and decreases as price of the underlying changes.  Gamma represents the rate of change of delta as the strike price of an option moves closer to or farther from the current market price of the underlying.

Gamma values for both puts and calls are positive.  As an example, our June 340 AAPL call has a gamma of 2.  As price moves from 340 to 341, delta will increase from 0.50 to 0.52.  This dynamic nature of delta has the net result of a positive gamma position becoming increasingly long or short as price moves in the predicted direction.

It is important to recognize that "position delta" is the sum of the delta of the various individual options within a position.  It is derived from simply adding up all the individual deltas.  To take a simple example, if I own one contract of my AAPL June 340 calls each with a delta of 0.50, I have a position delta of 100 options/contract * 0.5 deltas/option.  When managing positions including multiple option legs with varying Greeks for each individual strategy, position deltas provide an important benchmark against which to measure potential adjustments and profit potential.

Option strategies are often inscrutably complex.  An important fundamental organizational concept is the ability to understand them in terms of their most basic structure.  One of the hallmarks of options is their dynamic nature; nothing remains the same.  Welcome to the world of the Greeks.

Tuesday, May 17, 2011

Sheridan Options Mentoring Blog

Sheridan Options Mentoring Blog

Link to Sheridan Options Mentoring Blog

Options Safari – GE Calendar and VIX Vertical Spread Repaired

Posted: 16 May 2011 09:04 AM PDT

Dan is recording two CBOE TV Option Safari shows today:

GE Calendar

VIX vertical spread repair

The VIX trade was from an Options Safari show recorded on April 4th. Six weeks later, VIX is about where it was with 30 days still to go in the trade. Dan rolls down the spread which increases the debit in the trade, but lowers the breakeven nearly 3 points to near the current price of the VIX.

Download the PowerPoint slides

VIX Vertical Spread Repair

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Monday, May 16, 2011

Sheridan Options Mentoring Blog

Sheridan Options Mentoring Blog

Link to Sheridan Options Mentoring Blog

Calendar Workshop – First Trade Update

Posted: 15 May 2011 09:35 AM PDT

Dan had the first update to the trades he put on in the first Calendar Workshop Class.

Watch the streaming video of the first Calendar Workshop Update

Learn more about the Calendar Workshop class and to sign up now!
Sign up now

Normally these updates will be 15-20 minutes. This first one was 43 minutes.

Trade Update

See the first Calendar Workshop Class.

Thursday, May 12, 2011

Sheridan Options Mentoring Blog

Sheridan Options Mentoring Blog

Link to Sheridan Options Mentoring Blog

Calendar Workshop – Lesson One

Posted: 11 May 2011 02:22 PM PDT

Dan just finished lesson one of the Calendar Workshop.

You’ll need to download and install the WebEx ARF player for your computer first.  Please visit http://www.sheridanmentoring.com/webexplayers to download and install this player on your computer

WebEx Recording of the Calendar Workshop – Lesson One

Watch the Sreaming Video
Calendar Workshop - Greeks

Thursday, May 5, 2011

Sheridan Options Mentoring Blog

Sheridan Options Mentoring Blog

Link to Sheridan Options Mentoring Blog

Back Spreads and Directional Calendars

Posted: 04 May 2011 05:39 PM PDT

Dan Sheridan presented a webinar on

Back Spreads and Directional Calendars

WebEx File (You need the WebEx ARF player to use this file)

Streaming Video

Back Spread and Directional Calendars

 

Dan made a special announcement about the Calendar Workshop that starts next week!  Watch the webinar to listen to Dan’s announcement!

 

 

Thursday, April 21, 2011

Sheridan Options Mentoring Blog

Sheridan Options Mentoring Blog

Link to Sheridan Options Mentoring Blog

Option Pricing: How does it work?

Posted: 20 Apr 2011 11:20 PM PDT

Option Pricing MazeA friend of mine thought Google stock (GOOG) was going down after their earnings announcement. He knew he wanted to buy puts to take advantage of the anticipated downward movement in the stock price. He picked an option strike well below the current price of the stock. Google did move down after the announcement but not far enough. His puts expired worthless the next day. My friend didn't understand how options are priced and how to use that information to pick a more appropriate strike for his put.

Let's discuss the two components of an option's price and the primary factors that influence them.

1. Intrinsic Value or real value
2. Extrinsic Value or time value
3. Factors that change Extrinsic Value

Intrinsic Value or real value

Intrinsic value of an option is the amount of real value the option has if it were exercised. This is the amount the option is in-the-money. For calls, it is the strike price minus the stock price. For puts, it is the stock price minus the strike price. The number is always positive. If an option is out-of-the money, the intrinsic value is always zero.

For example, if you have a stock trading at $100 and your Call strike is $105, the option has a real value of $105 – $100 = $5. If there is any time left before the option expires, the option will be priced higher than this difference in strike prices.

Extrinsic Value or time value

An option with any time left before it expires will have a higher price than its intrinsic value. The difference between the option price and the intrinsic value is called extrinsic value. Other names for extrinsic value are time value, time premium or fluff. This premium is what the option seller hopes to keep for his profit. The option buyer will slowly lose this time premium as the option gets closer to expiration. All options at expiration have zero extrinsic value. An option at expiration is either worth something or it expires worthless. Because traders prefer out-of-the money options, more options expire worthless each expiration cycle than options that expire with real (intrinsic) value.

Factors that change Extrinsic Value

The option pricing model includes variables for time to expiration, volatility, dividends and interest. Because we usually are only in the market a few weeks, we can assume interest and dividends don't play a large role in the option prices we trade. That leaves two primary factors that influence option prices:

1. Time to expiration
2. Volatility

The more time there is to expiration, the more time premium an option has. Options with more time premium are more sensitive to volatility changes. Any time spread should consider the effects of volatility changing. This is especially true for long term options, or LEAPS.

The volatility of an option is calculated from the option pricing model. All of the other factors are known, including price. Volatility is calculated and displayed as implied volatility. The price of the option implies a specific volatility. Option analytic software does this calculation for you for each option. Don't try to calculate it by hand. You will notice that different software arrives at slightly different implied volatility values. These differences are due to different assumptions and using different inputs into different option pricing models. Stick with the same software so you are consistent.

Isn't knowing the factors that effect extrinsic value a waste of time?

Not really. You know that options lose value as they get closer to expiration and that volatility affects the price of options. My friend who bought Google puts should have purchased puts with more time to expiration. Google releases earnings data after the market closes, the day before option expiration. I think they do it on purpose. Because options lose all time premium the following day, my friend would have been much better off purchasing an option with 30 days until expiration.

Volatility has more influence on longer term options. If you want to buy longer term options, make sure you buy them while volatility is low so you don't pay for too much time premium.

Understanding option pricing isn't difficult

Intrinsic value of an option is a simple difference between the strike price and stock price. Extrinsic value has many ingredients that go into it. If you are trading long term options, interest and dividends are more important. Implied volatility and time to expiration are the most important variables. Be aware of the factors that influence time premium when you trade.

Here's your homework

Look at an option chain and calculate the amount of time premium for each at-the-money call and put for each of the next four to six expiration cycles. Compare the difference in time premium and notice how slowly it decays at first and then accelerates as you get close to expiration. For extra credit, look at options several strikes in and out-of-the-money and compare the decay to the at-the-money option.

Delta/Gamma: The Most Important Option Relationship

Posted: 20 Apr 2011 09:53 AM PDT


In the late 80's. My morning train ritual was pretty much the same. The first half of the ride, I read the sports section and had my coffee. The second half of the ride involved a crucial phone call that would be a big determinant of my happiness for the day.

It was the call to my clerk

It went something like this: "Hey Todd, how are the overseas markets doing and how are my stocks looking pre-opening?" Todd might reply something like this, "Europe is down pretty good and IBM is projected down $2.00 at the opening".

My pleasant train ride was suddenly getting a bit stressful

I nervously asked the key question that would make me happy or nauseated, " Todd, what are my deltas and gammas?" Waiting for his response, panic started to set in. "Dan, your deltas are 2000 long and your gamma is short 5000."

Not good!

This meant that if IBM opened $2.00 lower as projected, my deltas would be about 12,000 long. When you are short gamma, if the stock goes down $1.00, you pick up more long deltas equal to the amount of the gamma. In English, the stock is down $2.00 and I'm the equivalent of 12,000 shares of stock long. The first dollar down my deltas go from 2000 to 7000 long, the second dollar down, they go from 7000 to 12,000 long. Bottom line, I'm down good coin at the beginning of the day. When the first buddy I run into at the CBOE says the morning salutation " How you doing?" , how should I respond? I'm Long!!

Why is this relationship so important?

Gamma and delta refer to price risk. Most strategies like calendars, credit spreads, butterflies, and diagonals have 2 main risks. They are implied volatility and price. `Implied Volatility is very important, but I would give the nod to price as my main nemesis in the spreads I do. Managing my deltas was my most important task as a risk manager. When you let your deltas get out of whack, your P and L will usually get whacked. Controlling deltas takes planning , discipline, and plain hard work. I encourage you to spend time understanding deltas and gammas and how gamma can change deltas quickly, especially near expiration.